Grade 11

Master the logic of fractional exponents and surd laws.

Master the concept of independence vs dependence, tree diagrams with and without replacement, conditional probability, contingency tables with the independence test, and counting outcomes — with full worked examples and exam strategies.

Master the logic of Tree Diagrams, Dependent events, and Independence tests.

Master the logic of dispersion — why we square deviations, how to calculate variance and standard deviation by hand and from frequency tables, how to read ogives, compare datasets, detect outliers, and interpret skewness — with full worked examples.

Understand the logic of histograms, frequency polygons, and standard deviation.

Master proving trig identities, solving trig equations with general solutions, and the fundamental identities — with full worked examples.

Master the three rules for non-right-angled triangles — when to use each one, the ambiguous case, 2D problem solving, and full worked examples.

Master the CAST diagram, every reduction formula, co-functions, negative angles, and how to simplify multi-step trig expressions — with full worked examples.

Master Reduction Formulas, Identities, and the Sine/Cosine rules for triangles.

Master exponential growth and decay, the horizontal asymptote, sketching, finding the equation, and understanding why the graph behaves the way it does — with full worked examples.